
\begin{table}
\caption{Heterogeneity analysis: Logistic regression results of transnational inequality conditional on political exclusion}
\begin{center}
\scalebox{0.7}{
\begin{tabular}{l c c c c c c c c}
\hline
 & \multicolumn{4}{c}{DV: Conflict Onset} & \multicolumn{4}{c}{DV: Conflict Incidence} \\
\cline{2-5} \cline{6-9}
 & M1:Best & M2:Worst & M3:Median & M4:Nearest & M5:Best & M6:Worst & M7:Median & M8:Nearest \\
\hline
Transnational inequality                          & $-0.098$       & $0.008$        & $-0.105$       & $-0.061$       & $-0.136^{**}$  & $-0.091$       & $-0.177^{**}$  & $-0.212^{**}$  \\
                                                  & $(0.084)$      & $(0.096)$      & $(0.096)$      & $(0.113)$      & $(0.048)$      & $(0.107)$      & $(0.061)$      & $(0.088)$      \\
Transnational inequality $\times$ Status excluded & $0.051$        & $0.032$        & $0.031$        & $0.005$        & $0.032$        & $0.114$        & $0.055$        & $0.080$        \\
                                                  & $(0.102)$      & $(0.115)$      & $(0.108)$      & $(0.135)$      & $(0.079)$      & $(0.104)$      & $(0.087)$      & $(0.105)$      \\
TEK status excluded                               & $0.225$        & $0.065$        & $0.480^{*}$    & $0.186$        & $-0.318^{**}$  & $-0.535^{***}$ & $-0.227$       & $0.040$        \\
                                                  & $(0.240)$      & $(0.259)$      & $(0.236)$      & $(0.253)$      & $(0.179)$      & $(0.222)$      & $(0.175)$      & $(0.220)$      \\
Horizontal inequality                             & $-0.106$       & $-0.153$       & $-0.110$       & $-0.104$       & $-0.052$       & $-0.153$       & $-0.081$       & $-0.074$       \\
                                                  & $(0.140)$      & $(0.170)$      & $(0.144)$      & $(0.146)$      & $(0.141)$      & $(0.127)$      & $(0.129)$      & $(0.136)$      \\
Status excluded                                   & $0.849^{**}$   & $0.740^{**}$   & $0.768^{**}$   & $0.739^{**}$   & $0.769^{***}$  & $0.701^{***}$  & $0.770^{***}$  & $0.663^{***}$  \\
                                                  & $(0.352)$      & $(0.296)$      & $(0.318)$      & $(0.301)$      & $(0.257)$      & $(0.240)$      & $(0.235)$      & $(0.227)$      \\
Previous rebellions                               & $1.283^{***}$  & $1.375^{***}$  & $1.282^{***}$  & $1.365^{***}$  & $1.544^{***}$  & $1.475^{***}$  & $1.519^{***}$  & $1.568^{***}$  \\
                                                  & $(0.351)$      & $(0.338)$      & $(0.344)$      & $(0.341)$      & $(0.334)$      & $(0.329)$      & $(0.336)$      & $(0.330)$      \\
Status downgraded                                 & $1.412^{***}$  & $1.422^{***}$  & $1.445^{***}$  & $1.458^{***}$  & $1.004^{**}$   & $0.978^{**}$   & $1.017^{***}$  & $1.105^{***}$  \\
                                                  & $(0.461)$      & $(0.473)$      & $(0.465)$      & $(0.462)$      & $(0.549)$      & $(0.530)$      & $(0.544)$      & $(0.547)$      \\
Ln(Country GDP per capita)                        & $-0.176$       & $-0.217^{*}$   & $-0.152$       & $-0.190^{*}$   & $-0.020$       & $-0.089$       & $0.011$        & $-0.005$       \\
                                                  & $(0.139)$      & $(0.120)$      & $(0.142)$      & $(0.132)$      & $(0.095)$      & $(0.102)$      & $(0.109)$      & $(0.098)$      \\
Ln(Country population)                            & $0.134$        & $0.094$        & $0.131$        & $0.110$        & $0.297^{***}$  & $0.326^{***}$  & $0.322^{***}$  & $0.289^{***}$  \\
                                                  & $(0.076)$      & $(0.075)$      & $(0.074)$      & $(0.077)$      & $(0.075)$      & $(0.068)$      & $(0.072)$      & $(0.072)$      \\
Peace Year                                        & $-0.325^{***}$ & $-0.324^{***}$ & $-0.322^{***}$ & $-0.326^{***}$ & $-0.662^{***}$ & $-0.662^{***}$ & $-0.661^{***}$ & $-0.665^{***}$ \\
                                                  & $(0.055)$      & $(0.054)$      & $(0.055)$      & $(0.055)$      & $(0.061)$      & $(0.061)$      & $(0.062)$      & $(0.062)$      \\
Peace Year $^2$                                   & $0.010^{***}$  & $0.010^{***}$  & $0.010^{***}$  & $0.010^{***}$  & $0.023^{***}$  & $0.023^{***}$  & $0.023^{***}$  & $0.023^{***}$  \\
                                                  & $(0.002)$      & $(0.002)$      & $(0.002)$      & $(0.002)$      & $(0.003)$      & $(0.003)$      & $(0.003)$      & $(0.003)$      \\
Peace Year $^2$                                   & $-0.000^{***}$ & $-0.000^{***}$ & $-0.000^{***}$ & $-0.000^{***}$ & $-0.000^{***}$ & $-0.000^{***}$ & $-0.000^{***}$ & $-0.000^{***}$ \\
                                                  & $(0.000)$      & $(0.000)$      & $(0.000)$      & $(0.000)$      & $(0.000)$      & $(0.000)$      & $(0.000)$      & $(0.000)$      \\
Intercept                                         & $-4.531^{**}$  & $-3.405^{*}$   & $-4.751^{**}$  & $-3.900^{**}$  & $-7.010^{***}$ & $-6.631^{***}$ & $-7.659^{***}$ & $-6.987^{***}$ \\
                                                  & $(1.644)$      & $(1.440)$      & $(1.681)$      & $(1.592)$      & $(1.678)$      & $(1.580)$      & $(1.744)$      & $(1.548)$      \\
\hline
AIC                                               & $651.917$      & $653.583$      & $649.362$      & $652.956$      & $1293.056$     & $1289.512$     & $1294.260$     & $1295.134$     \\
BIC                                               & $748.395$      & $750.060$      & $745.839$      & $749.433$      & $1390.510$     & $1386.966$     & $1391.714$     & $1392.588$     \\
Log Likelihood                                    & $-311.959$     & $-312.791$     & $-310.681$     & $-312.478$     & $-632.528$     & $-630.756$     & $-633.130$     & $-633.567$     \\
Deviance                                          & $623.917$      & $625.583$      & $621.362$      & $624.956$      & $1265.056$     & $1261.512$     & $1266.260$     & $1267.134$     \\
Num. obs.                                         & $7268$         & $7268$         & $7268$         & $7268$         & $7793$         & $7793$         & $7793$         & $7793$         \\
\hline
\multicolumn{9}{l}{\scriptsize{$^{***}p<0.01$; $^{**}p<0.05$; $^{*}p<0.1$}}
\end{tabular}
}
\label{tab:tab82}
\end{center}
\end{table}
